Smith's book provides a highly original account of perhaps the central concept in epistemology, one that offers fertile ground for exploring just about every conceivable topic and idea of central interest to the field, new and old. I suspect that those who are newly introduced to the theory of knowledge will take to it like moths to a flame, and I hope that veterans will set aside their preconceptions and take it seriously as a force to be reckoned with.

Kelly Becker, Mind

Martin Smiths Between Probability and Certainty is an outstanding work of philosophy: lucidly written, original, and compelling. Smith develops in detail a new conception of justification, an alternative to the familiar conception of justification as risk minimization. On the new conception, justification is a matter of normic support, i.e., a matter of having support that makes one safe from errors that could occur in the normal course of events. On datum after datum, Smith shows how the normic support conception outperforms the risk minimization conception. Particularly noteworthy is Smiths masterful use of formal models to approach philosophical issues.

Matthew McGrath, University of Missouri

Smith is to be applauded for bringing the risk minimization view into focus.

José Luis Bermúdez, Australasian Journal of Philosophy.

Martin Smith explores a question central to philosophy--namely, what does it take for a belief to be justified or rational? According to a widespread view, whether one has justification for believing a proposition is determined by how probable that proposition is, given one's evidence. In the present book this view is rejected and replaced with another: in order for one to have justification for believing a proposition, one's evidence must normically support it--roughly, one's evidence must make the falsity of that proposition abnormal in the sense of calling for special, independent explanation. This conception of justification bears upon a range of topics in epistemology and beyond, including the relation between justification and knowledge, the force of statistical evidence, the problem of scepticism, the lottery and preface paradoxes, the viability of multiple premise closure, the internalist/externalist debate, the psychology of human reasoning, and the relation between belief and degrees of belief. Ultimately, this way of looking at justification guides us to a new, unfamiliar picture of how we should respond to our evidence and manage our own fallibility. This picture is developed here.
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Martin Smith explores the question of what it takes for a belief to be justified or rational. He argues that in order to have justification for believing a proposition, one's evidence must normically support it--roughly, one's evidence must make the falsity of that proposition abnormal in the sense of calling for special, independent explanation.
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Introduction: The Risk Minimisation Conception of Justification ; 1. Two Epistemic Goals ; 2. What Justifies Belief ; 3. Justification and Lotteries ; 4. Multiple Premise Closure ; 5. Comparative Justification ; 6. Protection from Error ; 7. Similar Worlds, Normal Worlds ; 8. Introducing Degrees ; 9. Refining Risk Minimisation: The Impossibility Results ; Bibliography ; Index
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Presents a highly original theory Sets out a new way of thinking about human fallibility Clear, concise, and systematic
Martin Smith completed a PhD at the Australian National University in 2005 and relocated to the UK in 2006. He is currently a lecturer at the University of Edinburgh.
Presents a highly original theory Sets out a new way of thinking about human fallibility Clear, concise, and systematic

Produktdetaljer

ISBN
9780198755333
Publisert
2016
Utgiver
Vendor
Oxford University Press
Vekt
406 gr
Høyde
223 mm
Bredde
154 mm
Dybde
20 mm
Aldersnivå
U, P, 05, 06
Språk
Product language
Engelsk
Format
Product format
Innbundet
Antall sider
226

Forfatter

Om bidragsyterne

Martin Smith completed a PhD at the Australian National University in 2005 and relocated to the UK in 2006. He is currently a lecturer at the University of Edinburgh.